Answer:
$31,104
Explanation:
EBIT / 12,000
= [EBIT - ($120,000 × .072)] / [12,000 - ($120,000 / $36)]
EBIT = $31,104
Therefore the minimum level of earnings before interest and taxes that the firm is expecting will be $31,104
Explicit costs are business expenses that are easily identifiable and can be accounted for.
1) Wages and salaries = 100,000
2) Utilities expenses = 15,000
3) Materials and Supplies = 150,000
4) Gasoline expense = 5,000
100,000 + 15,000 + 150,000 + 5,000 = 270,000 answer is C.
Considering the situation described above, this effort is an example of using <u>image differentiation</u> to differentiate a product as new.
<u>Image differentiation</u> is a type of differentiation strategy used by business firms to differentiate their products through communications.
By using communication strategies such as written, audio, digital, advertisement, or images to differentiate between various products or from existing products, this is an example of <u>image differentiation</u>.
Thus, when Next Up Computers only changes the cover designs alone, that is a form of <u>image differentiation</u>.
This is type of differentiation is often referred to as Reputation Differentiation.
Other types of differentiation methods include the following:
- Product differentiation
- Service differentiation
- Relationship differentiation
- Distribution differentiation.
- Price differentiation.
Hence, in this case, it is concluded that the correct answer is "<u>Image Differentiation."</u>
Learn more here: brainly.com/question/14302620
Answer:
shutdown -h +15 It is time for a shutdown!
Explanation:
shutdown -h +15 It is time for a shutdown!
Answer:
A: $127.2
B: $123.384, $3.816 per share and $3,816 per contract
C: 9.43%
Explanation:
A: Futures price
F° = S° (1 + rₙ) = $120 x 1.06
= $127.20
B: Change in Future Price and Investor Margin account:
New Spot = $120 (1 – 0.03)
= $120 x 0.97
= $116.40
New Futures = $116.40 (1.06)
= $123.384
The long investor loses = $127.20 - $123.384
= $3.816 per share
or $3.816 (1,000) = $3,816 per contract
C: Percentage return on the investor’s position:
Percentage return = $12,000 / $127,200
= 9.43%